Use the distributibity of multiplication of rational numbers over their addition to simplify: `3/5x\ ((35)/(24)+(10)/1)` (ii) `(-5)/4x(8/5+(16)/5)`

Use the distributibity of multiplication of rational numbers over their addition to simplify: (i) 3/5×\ ((35)/(24)+(10)/1) (ii) (-5)/4×(8/5+(16)/5)

Use the distributibity of multiplication of rational numbers over their addition to simplify: (3)/(5)x((35)/(24)+(10)/(1))( ii) (-5)/(4)x((8)/(5)+(16)/(5))

Use the distributibity of multiplication of rational numbers over their addition to simplify: 2/7×(7/(16)-(21)/4) (ii) 3/4\× (8/9-40)

Use the distributibity of multiplication of rational numbers over their addition to simplify: (2)/(7)x((7)/(16)-(21)/(4))( ii) (3)/(4)x((8)/(9)-40)

A rational number between -3 and-3.5 is

Name the property of multiplication of rational number illustrated by the statement: (-17)/(5)x9=9x(-17)/(5)

Name the property of multiplication of rational number illustrated by the statement: (-5)/(16)x(8)/(15)=(8)/(15)x(-5)/(16)

Name the property of multiplication of rational number illustrated by the statement: (-5)/(16)×8/(15)=8/(15)×(-5)/(16)

Simplify: 3/4+7/(16)+5/8

Simplify: 3/4+7/(16)+5/8